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Dive into the research topics where John R. Silvester is active.

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Featured researches published by John R. Silvester.


The Mathematical Gazette | 2000

Determinants of Block Matrices

John R. Silvester

Let us first consider the 2 x 2 matrices and Their sum and product are given by Here the entries a, b, c, d, e, f, g, h can come from a field, such as the real numbers, or more generally from a ring, commutative or not.


The Mathematical Gazette | 2012

Droz-Farny constructions

John R. Silvester

Notation: If A, B are points, then AB denotes the line AB rather than just the segment from A to B , unless stated otherwise. If l, m are lines, then their meet is denoted l m . The circle through points A, B and C (the circumcircle of Δ ABC ) is denoted ⊙ ABC . Given Δ ABC , let the points X i , Y i , Z i , lie on BC, CA, AB , respectively, for i = 1, 2, 3; that is, three distinct points on each side of the triangle, and suppose


The Mathematical Gazette | 2002

Geometry Ancient and Modern

P. N. Ruane; John R. Silvester


The Mathematical Gazette | 2006

Extensions of a theorem of van aubel

John R. Silvester


Archive | 2001

Geometry Ancient & Modern

John R. Silvester


The Mathematical Gazette | 2009

Reflected circles, and congruent perspective triangles

John R. Silvester


The Mathematical Gazette | 2006

90.33 The r-subsequences of the Fibonacci sequence

John R. Silvester


The Mathematical Gazette | 2002

Painting by numbers or polyominoes revisited

John R. Silvester


The Mathematical Gazette | 1999

DECIMAL DEJA VU

John R. Silvester


The Mathematical Gazette | 2018

The seven circles theorem revisited

John R. Silvester

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